![3-Methyl-2-(methylthio)benzo[d]thiazol-3-ium 4-methylbenzenesulfonate](data:image/png;base64,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)
| Product Number | 8H66-1-3W |
| CAS | 55514-14-2 |
| MDL Number | MFCD00031763 |
| Molecular Formula | C16H17NO3S3 |
| Molecular Weight | 367.5 |
| Units | Price (USD) | Availability | |
|---|---|---|---|
| POA | Contact for Price | Contact for Availability | |
| Bulk | Contact for Price | Contact for Availability |
TSCA: Not listed on TSCA inventory